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Set Functions and Probability Distributions of a Finite Random Sets
Lukyanova, Natalia A., Semenova, Daria V., Goldenok, Elena Е.
This paper is the investigation of the probability distributions of a finite random set in which
On the convergence in law of almost all sums of independent random variables
Chuprunov A.
The paper deals with sums of independent and identically distributed random variables defined
Comparison of simulation and analytical models for the distribution of a group of agents moving in random directions
Kuznetsov, A. V., Shishkina, E. L., Rataj, M.
This study focused on simulation and analytical models of a multidimensional random walk of many
Estimating the Mean of Heavy-tailed Distribution under Random Truncation
Khanssa, Ben Dahmane, Fateh, Benatia, Brahim, Brahimi, Хансса, Бен Дахман, Фатех, Бенатия, Брахим, Брахими
Inspired by L.Peng’s work on estimating the mean of heavy-tailed distribution in the case
Poisson Limit Theorems in an Allocation Scheme with an Even Number of Particles in Each Cell
Abdushukurov F.A., Chuprunov A.N.
in distribution to the Poisson random variable. The limit Poisson random variable is described.
Set Functions and Probability Distributions of a Finite Random Sets
Lukyanova, Natalia A., Semenova, Daria V., Goldenok, Elena Е., Лукьянова, Наталья А., Семенова, Дарья В., Голденок, Елена Е.
This paper is the investigation of the probability distributions of a finite random set in which
On the Distribution of the First Break Down in the Wireless D2D Communication with Cashing
Orlov Y.N., Russkov A.A., Gaidamaka Y.V., Samouylov K.E.
Abstract: The numerical simulation of the distribution of the period before the first break down
The probability distribution function for the sum of squares of independent random variables
Фатеев, Юрий Леонидович, Дмитриев, Дмитрий Дмитриевич, Тяпкин, Валерий Николаевич, Кремез, Николай Сергеевич
of random variables for nonzero expectations. This distribution function enables one to develop an efficient
IMPLEMENTATION STOCHASTIC PROCESSES GENERATORS
Tsygankova V.S.
generating uniformly and normally distributed random numbers, as well as simulating the Wiener process
On Complete Convergence of the Sum of a Random Number of Stable Type P Random Elements
Adler A., Volodin A.
Complete convergence for randomly indexed normalized sums of random elements of the form [Formula

Страница 6 из 2281

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